Pāngarau

hora raraunga

spread of data

tūingoa

WHAKAMĀRAMA

Ko te whānui o tētahi huinga raraunga me te āhua anō o te noho mai o aua raraunga ki ngā taha o te tau waenga. Ka whai wāhi atu ko te mōkito, te mōrahi, te tau waenga me ngā hauwhātanga.

The range of a data set and how the data sits on each side of the median. It involves the minimum, the maximum, the median and quartiles.

Tauira KŌrero

Whakamāramatia mai te hora o tēnei huinga raraunga.

Ka whakaaturia te hora o ngā raraunga ki te kauwhata kauamo.

Kāore e kore ko te hora raraunga tētahi āhuatanga kei roto i te whakamātautau ā tērā wiki.

WhakamĀrama Āpitihanga

Ko te kauwhata kauamo te whakaaturanga matua i te hora o tētahi huinga raraunga. Hei tauira:

Ko te ine mahora tētahi atu tātaitanga tauanga hei whakaatu i te hora o tētahi huinga raraunga. Ko tā te ine mahora he whakaatu i te pātata, i te tawhiti rānei o ngā raraunga mai i te toharite o aua raraunga. Hei tauira:

He tuari māori te hora o ngā inenga tāroaroa o te hunga tāne o Aotearoa he nui ake i te 18 tau te pakeke. Ko te 1.78 mita te tāroaroa toharite, ko te 0.07 mita (7mm) te ine mahora. Nō reira:

  • E pātata ana ki te 68% o te taupori nei, he iti ake i te kotahi ine mahora te rerekē i te tāroaroa toharite, arā, kei waenganui rātou i te 1.78 - 0.07 me te 1.78 + 0.07. (1.71
  • E pātata ana ki te 95% o te taupori nei, he iti ake i te rua ine mahora te rerekē i te tāroaroa toharite, arā, kei waenganui rātou i te 1.78 - (0.07 x 2) me te 1.78 + (0.07 x 2). (1.64
  • E pātata ana ki te 99.7% o te taupori nei, he iti ake i te toru ine mahora te rerekē i te tāroaroa toharite, arā, kei waenganui rātou i te 1.78 - (0.07 x 3) me te 1.78 + (0.07 x 3). (1.57

Tauira KŌrero

Whakamāramatia mai te hora o tēnei huinga raraunga.

Ka whakaaturia te hora o ngā raraunga ki te kauwhata kauamo.

Kāore e kore ko te hora raraunga tētahi āhuatanga kei roto i te whakamātautau ā tērā wiki.

WhakamĀrama Āpitihanga